在新的色散关系下，用求解系统本征值的方法讨论了光子晶体中单个二能级原子的自发辐射形成的光场-原子束缚态的性质。
With this new dispersive relationship and solution, the trapped state of photon-atom of single two-level atom in photonic crystal is discussed.
利用负本征值理论及无限阶微扰理论，对系统电子的本征值和本征态进行了数值计算。
Using the negative eigenvalue theory and the infinite order perturbation theory, we calculate numerically the eigenvalues and the eigenvectors of the electronic states.
将运动方程化为状态方程，求解本征值问题获得结构系统的特征向量解。
Through transforming the equations of motion of the system into state equations, the eigenvalues of the system can be solved to obtain the eigenvectors.
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